include/shape/qsc_approximation_fcts.hpp File Reference

#include <math.h>
#include <shape/point.hpp>
#include <shape/viewer_axel.hpp>
#include <realroot/Seq.hpp>
#include <realroot/polynomial.hpp>
#include <realroot/linear_doolittle.hpp>
#include <realroot/ring_monomial_tensor.hpp>
#include <realroot/ring_bernstein_tensor.hpp>

Go to the source code of this file.

Classes

• class Bezier_curve< K >

  * More...
  

• class Qsc_curve< K >
• class Rsc_curve< K >
• class Piecewise_Qsc_curve< K >
• class normal_vector< K >
• class support_function< K >
• class quad_supp_func< K >
• class supp_func_eval< K >
• class error_func< K >

Namespaces

• namespace mmx
• namespace mmx::shape

Defines

• #define PI   3.14159265
• #define AXEL   viewer<axel, default_env>
• #define TMPL   template<class K>
• #define VECT   point<K>
• #define KVPOL   polynomial<VECT,with<MonomialTensor> >
• #define POL   polynomial<K,with<MonomialTensor> >
• #define BPOL   polynomial<VECT,with<Bernstein> >

Functions

• template<class K > point< K > orth_vect (const point< K > &a)
• template<class K > point< K > myeval (const polynomial< point< K >, with< MonomialTensor > > &P, const K &t)
• template<class K > std::ostream & operator<< (std::ostream &os, Bezier_curve< K > Q)
• template<class K > viewer< axel, default_env > & operator<< (viewer< axel, default_env > &axl, Bezier_curve< K > Q)
• template<class K > viewer< axel, default_env > & operator<< (viewer< axel, default_env > &axl, Qsc_curve< K > Q)

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Define Documentation

#define AXEL   viewer<axel, default_env>

Definition at line 28 of file qsc_approximation_fcts.hpp.

#define BPOL   polynomial<VECT,with<Bernstein> >

Definition at line 36 of file qsc_approximation_fcts.hpp.

#define KVPOL   polynomial<VECT,with<MonomialTensor> >

Definition at line 33 of file qsc_approximation_fcts.hpp.

Referenced by normal_vector< K >::normal_vector().

#define PI   3.14159265

Definition at line 16 of file qsc_approximation_fcts.hpp.

Referenced by Piecewise_Qsc_curve< K >::Piecewise_Qsc_curve(), Rsc_curve< K >::sample(), Qsc_curve< K >::sample(), Rsc_curve< K >::ssample(), and Qsc_curve< K >::ssample().

#define POL   polynomial<K,with<MonomialTensor> >

Definition at line 34 of file qsc_approximation_fcts.hpp.

Referenced by mmx::shape::operator<<(), Rsc_curve< K >::Rsc_curve(), Rsc_curve< K >::sgrad(), Qsc_curve< K >::sgrad(), and Qsc_curve< K >::support().

#define TMPL   template<class K>

Definition at line 30 of file qsc_approximation_fcts.hpp.

#define VECT   point<K>

Definition at line 31 of file qsc_approximation_fcts.hpp.

Referenced by Rsc_curve< K >::eval(), Qsc_curve< K >::eval(), normal_vector< K >::eval_unit(), normal_vector< K >::middle(), mmx::shape::myeval(), Rsc_curve< K >::nmiddle(), Qsc_curve< K >::nmiddle(), mmx::shape::orth_vect(), Piecewise_Qsc_curve< K >::Piecewise_Qsc_curve(), Qsc_curve< K >::Qsc_curve(), quad_supp_func< K >::quad_supp_func(), Rsc_curve< K >::Rsc_curve(), Rsc_curve< K >::sample(), Qsc_curve< K >::sample(), Rsc_curve< K >::sdiff(), Rsc_curve< K >::sgrad(), Qsc_curve< K >::sgrad(), Rsc_curve< K >::ssample(), Qsc_curve< K >::ssample(), and Bezier_curve< K >::unormal().